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A registered result in its source context

Original ledger classification: Identity [I]

Recorded statement: Grand Mass Volume = the absolute mass-scaling normalisation [I] (NOT a [P] product rule): the individual c_q are a gauge, but the sector mass-matrix determinants are clean phi0-powers = K-row sums: det…

Statement, assumptions and sources

Paper context: Standard Model and flavor structure

The exact identifier, original classification and full claim are available below.

The source wording and classification below are preserved as recorded. A paper link, shared script or authored topic relation does not upgrade the claim or report a new proof run. Read later reviewed findings separately.

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FLAV.MASSVOL.01

Original ledger classification: Identity [I]

Original claim text

Grand Mass Volume = the absolute mass-scaling normalisation [I] (NOT a [P] product rule): the individual c_q are a gauge, but the sector mass-matrix determinants are clean phi0-powers = K-row sums: det M_up~phi0^(4+2+0)=phi0^6=phi0^|R+(A3)|, det M_down~phi0^9=phi0^N_fam^2, det M_lep~phi0^10=phi0^A_Lambda; Grand Mass Volume det M_SM~phi0^(6+9+10)=phi0^25=phi0^g_car^2=phi0^Delta_Y. Q-row sums (4,5,6)=(|mu4|,g_car,|R+A3|) sum 15=dim A3; 25+15=40=sum L=|R(D5)| (mass+shift=transport budget). So the absolute normalisation is an [I] determinant identity; only the overall scale v_geo is an input

Original classification detail

Identity [I]

Dependencies as recorded

FLAV.KQ.01; FLAV.QRATIO.01

Open the original ledger source, row 113

Location recorded in the ledger

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Navigation through a shared verification script

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All 16 linked sections

Registered verification modules

  • v46_grand_mass_volume.pyRegistered verification module · masses
    Read the description recorded in the module registry

    absolute scaling: det M_SM ∼ (φ₀)^25 = (φ₀)^(g_car²)

A registered module is a source reference. Its presence does not assert that the module was executed in this snapshot.